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Subgroup of $Sp(2n,\mathbb{R})$.

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#lie-groups #lie-algebras #symplectic-linear-algebra
107
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Lorentz algebra problem. Relation of $\mathfrak{s}\mathfrak{o}(3,1)$, $\mathfrak{s}{u}(2)$, $\mathfrak{s}\mathfrak{l}(2,\mathbb{C})$

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#lie-algebras #physics #clifford-algebras
77
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Help using LiE computer package?

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#lie-groups #lie-algebras #semisimple-lie-algebras
51
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determinant exponential matrix and differential equation

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#ordinary-differential-equations #lie-algebras
53
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Simplifying trajectories along nested Lie brackets

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#ordinary-differential-equations #differential-geometry #lie-algebras #noncommutative-algebra
140
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What should the $\mathfrak{sl}(3)$ Chebyshev polynomials be?

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#abstract-algebra #recurrence-relations #lie-algebras #chebyshev-polynomials
110
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Lie algebra of real unitary matrices

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#matrices #lie-groups #lie-algebras #orthogonal-matrices #unitary-matrices
69
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Is a central extension of a torus by a torus a torus?

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#differential-geometry #lie-groups #lie-algebras #group-extensions
44
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Example of computing Lie bracket on $T_eG$

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#differential-geometry #lie-groups #differential-topology #lie-algebras #smooth-manifolds
39
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Why $\alpha_M(x)=\frac{d}{dt}|_{t=0}x\cdot \exp(t\alpha)$ defines an infinitesimal action?

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#differential-geometry #exponential-function #riemannian-geometry #lie-groups #lie-algebras
71
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Example of restricted Lie algebras

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#abstract-algebra #lie-algebras #examples-counterexamples
73
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A solvable Lie algebra can be written as the sum of two nilpotent subalgebras

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#lie-algebras
106
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Reducibility of representation of SU(2)

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#representation-theory #lie-groups #lie-algebras
34
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Tensor product of reducible representations of SU(2)

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#representation-theory #lie-groups #lie-algebras #tensor-products
58
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Literature on Representation Theory of Graded Lie Algebras

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#abstract-algebra #reference-request #modules #representation-theory #lie-algebras

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